M. Monge

activity

20092023

most citedTheseus: A Library for Differentiable Nonlinear Optimization

47 citations · 62 across the 14 of their papers we have counts for

collaborators

Showing 2011Show all

3 papers · 1 filter

math.NT2011

A family of Eisenstein polynomials generating totally ramified extensions, identification of extensions and construction of class fields

Maurizio Monge

Let $K$ be a local field with finite residue field, we define a normal form for Eisenstein polynomials depending on the choice of a uniformizer $π_{K}$ and of residue representatives…

math.NT2011

A characterization of Eisenstein polynomials generating cyclic extensions of degree $p^{2}$ and $p^{3}$ over an unramified $\kp$-adic field

Maurizio Monge

Let $p \neq = 2$ be a prime. We show a technique based on local class field theory and on the expansions of certain resultants which allows to recover very easily Lbekkouri's character…

math.GR2011

Answer to a question on $A$ -groups, arisen from the study of Steinitz classes

Alessandro Cobbe, Maurizio Monge

In this short note we answer to a question of group theory from arXiv:0910.5080. In that paper the author describes the set of realizable Steinitz classes for so-called $A^{'}$ -groups…

A family of Eisenstein polynomials generating totally ramified extensions, identification of extensions and construction of class fields

A characterization of Eisenstein polynomials generating cyclic extensions of degree p2 and p3 over an unramified $\kp$-adic field

Answer to a question on A-groups, arisen from the study of Steinitz classes

A characterization of Eisenstein polynomials generating cyclic extensions of degree $p^{2}$ and $p^{3}$ over an unramified $\kp$-adic field

Answer to a question on $A$ -groups, arisen from the study of Steinitz classes